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NEW QUESTION: 1
What is the output of the following code?
echo 0x33, ' monkeys sit on ', 011, ' trees.';
A. monkeys sit on trees.
B. 51 monkeys sit on 9 trees.
C. 33 monkeys sit on 11 trees.
D. 0x33 monkeys sit on 011 trees.
Answer: B

NEW QUESTION: 2
You upgrade a SharePoint Server 2010 server farm to SharePoint Server 2013. Several users report that a site collection site has the visual elements of SharePoint Server 2010.
You need to ensure that the site collection uses the visual elements of SharePoint Server 2013.
Which cmdlet should you run?
A. Copy-SPSite
B. Upgrade-SPSite
C. Repair-SPSite
D. Restore-SPSite
Answer: B
Explanation:
Explanation/Reference:
The Upgrade-SPSite cmdlet starts the upgrade process on a site collection.
The Upgrade-SPSite cmdlet activates the upgrade process for the specified SPSite object. You can also use this cmdlet to resume failed upgrades. When you use this cmdlet to initiate upgrade on an SPSite object, the object can be either a build-to-build or version-to-version upgrade. By default, the Upgrade- SPSite cmdlet operates as a build-to-build upgrade. This prevents unexpected version upgrades of site collections if you use this cmdlet after a patching operation. When in version-to-version upgrade mode, site collection health checks are run in repair mode to ensure that the site collection is healthy enough to upgrade successfully. If successful, the remainder of the upgrade occurs.

NEW QUESTION: 3
Snowball의 기능은 무엇입니까?
A. 페타 바이트 규모의 데이터를 AWS 클라우드로 전송 및 전송합니다.
B. 수천 개의 사내 구축 환경 작업 부하를 AWS로 마이그레이션하려면
C. AWS에서 데이터베이스를 마이그레이션하는 방법
D. 엑사 바이트 규모의 데이터를 AWS 클라우드로 전송 및 전송합니다.
Answer: A
Explanation:
설명:
AWS Snowball은 대량의 데이터를 AWS 클라우드로 안전하게 전송하는 데 사용할 수있는 페타 바이트 급 데이터 전송 솔루션입니다.
참조 : https://aws.amazon.com/snowball/

NEW QUESTION: 4
The management of Clay Industries have adhered to the following capital structure: 50% debt, 45% common equity, and 5% perpetual preferred equity. The following information applies to the firm:
Before-tax cost of debt = 7.5%
Combined state/federal tax rate = 35%
Expected return on the market = 14.5%
Annual risk-free rate of return = 5.25%
Historical Beta coefficient of Clay Industries Common Stock = 1.15
Annual preferred dividend = $1.35
Preferred stock net offering price = $17.70
Expected annual common dividend = $0.45
Common stock price = $30.90
Expected growth rate = 11.75%
Subjective risk premium = 3.3%
Given this information, and using the Bond-Yield-plus-Risk-Premium approach to calculate the component cost of common equity, what is the Weighted Average Cost of Capital for Clay Industries?
A. 7.70%
B. The WACC for Clay Industries cannot be calculated from the information.
C. 15.03%
D. 7.30%
E. 8.762%
F. 9.97%
Answer: A
Explanation:
Explanation/Reference:
Explanation:
The calculation of the Weighted Average Cost of Capital is as follows: {fraction of debt * [yield to maturity on outstanding long-term debt][1-combined state/federal income tax rate]} + {fraction of preferred stock *
[annual dividend/net offering price]} + {fraction of common stock * cost of equity}. The cost of common equity can be calculated using three methods, the Capital Asset Pricing Model (CAPM), the Dividend- Yield-plus-Growth-Rate (or Discounted Cash Flow) approach, and the Bond- Yield-plus-Risk-Premium approach. In this example, you are asked to calculate the cost of common equity using the Bond-Yield- plus-Risk-Premium approach. To calculate the cost of equity using this approach, take the yield to maturity on the firm's outstanding debt (7.5%) and add a subjective risk premium (3.3%), which gives a cost of common equity of 10.8%. The after-tax cost of debt can be found by multiplying the yield to maturity on the firm's outstanding long-term debt (7.5%) by (1-tax rate). Using this method, the after-tax cost of debt is found as 4.875%. The calculation of the cost of perpetual preferred stock is relatively straightforward, simply divide the annual preferred dividend by the net offering price. Using this method, the cost of preferred stock is found as 7.627%. Incorporating these figures into the WACC equation gives the answer of 7.679%.